0
You visited us 0 times! Enjoying our articles? Unlock Full Access!
Question

\( x - a _ { 1 } \quad x - a \) equation has 1) no imaginary roots 3) no negative roots \( A _ { i } , a _ { j } , m \) \( x - a _ { k } \quad \) and \( \quad \) are different rational numbers then the 2) no positive roots 4) no real roots

Solution
Verified by Toppr


Was this answer helpful?
0
Similar Questions
Q1
Consider the cubic equation x34x2+x+6=0
Statement 1: Equation has 2 Positive real roots, 1 Negative real root
Statement 2: Equation has 1 Negative real root, 2 Imaginary roots.

View Solution
Q2
If for the cubic equation x34x2+x+6=0, the possible no. of positive real roots are 2 or 0 and the possible no. of negative real roots is 1, then which of the following can be true?
View Solution
Q3
Show there is no real number k, for which the equation x2-3x+k=0 has imaginary roots when k belongs to [0,1].
View Solution
Q4
Prove that x6+x4+x2+x+3=0 has no positive real roots.
View Solution
Q5
Suppose a and b are real no. such that the roots of the cubic equation ax3x2+bx+1=0 are all positive real no. then
0<3ab1

View Solution